Abstract
We explore the pattern of size dependence of linear and non-linear optical (NLO) responses of one-electron quantum dots in two dimensions with or without anharmonicity in the confinement potential. For some fixed values of transverse magnetic field strength ( ω c ) and harmonic confinement potential ( ω 0 ), the influence of the size of the dot on the linear ( α ), the first ( β ) and the second ( γ ) NLO responses of the system computed through a finite field linear variational route is analysed. Size-dependent maximization is predicted to be feasible for the quadratic hyperpolarizability.
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